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Are representations of finite groups unitary?

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#finite-groups #representation-theory
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A group of order 10 is isomorphic to C10 or D10

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#abstract-algebra #group-theory #finite-groups
76
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Looking for a good name for this "Quantisation Regime"

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#finite-groups #terminology #axioms #quantum-groups #group-rings
116
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conjugacy to elliptic Möbius transformation

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#group-theory #finite-groups #group-actions #mobius-transformation
64
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Center of a subgroup of a certain $2$-group

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#group-theory #finite-groups #p-groups
1.5k
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Rubik's Cube with Oriented Tiles - minimum moves and algorithms

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#combinatorics #discrete-mathematics #finite-groups #algorithms
159
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Primitive group with regular socle

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#group-theory #finite-groups #permutations
47
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Number of ways to generate an element in a finite abelian group

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#combinatorics #group-theory #finite-groups
2k
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In a finite abelian group, the order of every element divides the order of the element with maximal order

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#group-theory #finite-groups
73
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Reference for Finite groups of Lie type

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#finite-groups #groups-of-lie-type
68
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Can the expression appearing in Selberg's orthonormality conjecture be viewed as an inner product of class functions?

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#number-theory #finite-groups #representation-theory #l-functions
1.8k
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Constructing groups of order 16 from knowledge of their subgroups

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#group-theory #finite-groups #group-isomorphism
500
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Transitive subgroups of $S_n$

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#group-theory #finite-groups #permutations #symmetric-groups
319
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If H ≤ Z(G) ≤ G, where G is a finite group,Z(G) is its center, and (G:H) = p for some prime p, then G is abelian.

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#abstract-algebra #group-theory #finite-groups #cyclic-groups
78
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A problem about powers of a group.

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#abstract-algebra #group-theory #finite-groups

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